| Literature DB >> 23372623 |
Stavros I Dimitriadis1, Nikolaos A Laskaris, Vasso Tsirka, Sofia Erimaki, Michael Vourkas, Sifis Micheloyannis, Spiros Fotopoulos.
Abstract
UNLABELLED: Symbolic dynamics is a powerful tool for studying complex dynamical systems. So far many techniques of this kind have been proposed as a means to analyze brain dynamics, but most of them are restricted to single-sensor measurements. Analyzing the dynamics in a channel-wise fashion is an invalid approach for multisite encephalographic recordings, since it ignores any pattern of coordinated activity that might emerge from the coherent activation of distinct brain areas. We suggest, here, the use of neural-gas algorithm (Martinez et al. in IEEE Trans Neural Netw 4:558-569, 1993) for encoding brain activity spatiotemporal dynamics in the form of a symbolic timeseries. A codebook of k prototypes, best representing the instantaneous multichannel data, is first designed. Each pattern of activity is then assigned to the most similar code vector. The symbolic timeseries derived in this way is mapped to a network, the topology of which encapsulates the most important phase transitions of the underlying dynamical system. Finally, global efficiency is used to characterize the obtained topology. We demonstrate the approach by applying it to EEG-data recorded from subjects while performing mental calculations. By working in a contrastive-fashion, and focusing in the phase aspects of the signals, we show that the underlying dynamics differ significantly in their symbolic representations. ELECTRONIC SUPPLEMENTARY MATERIAL: The online version of this article (doi:10.1007/s11571-011-9186-5) contains supplementary material, which is available to authorized users.Keywords: Math tasks; Multichannel EEG; Symbolic dynamics; Transitions
Year: 2011 PMID: 23372623 PMCID: PMC3253160 DOI: 10.1007/s11571-011-9186-5
Source DB: PubMed Journal: Cogn Neurodyn ISSN: 1871-4080 Impact factor: 5.082